A juggler throws balls into air. He throws one whenever the previous one is at its highest point. If the
throws 𝑛 balls each second, the height to which each ball will rise is

Question : A juggler throws balls into air. He throws one whenever the previous one is at its highest point. If the throws 𝑛 balls each second, the height to which each ball will rise is

(A) \dfrac{g}{2n^{2}}

(B) \dfrac{2g}{n^{2}}

(C) \dfrac{2g}{n}

(D) \dfrac{g}{4n^{2}}

Answer : option (A)

Solution :

A juggler throws balls into air. He throws one whenever the previous one is at its highest point. If the
throws 𝑛 balls each second, the height to which each ball will rise is
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